Multiple imputation: dealing with missing data

被引:94
|
作者
de Goeij, Moniek C. M. [1 ]
van Diepen, Merel [1 ]
Jager, Kitty J. [2 ]
Tripepi, Giovanni [3 ]
Zoccali, Carmine [3 ]
Dekker, Friedo W. [1 ]
机构
[1] Leiden Univ, Med Ctr, Dept Clin Epidemiol, Leiden, Netherlands
[2] Univ Amsterdam, Acad Med Ctr, Dept Med Informat, ERA EDTA Registry, NL-1105 AZ Amsterdam, Netherlands
[3] CNR IBIM Clin Epidemiol & Pathophysiol Renal Dis, Reggio Di Calabria, Italy
关键词
missing data; multiple imputation; complete case; mean substitution; last observation carried forward; REGRESSION;
D O I
10.1093/ndt/gft221
中图分类号
R3 [基础医学]; R4 [临床医学];
学科分类号
1001 ; 1002 ; 100602 ;
摘要
In many fields, including the field of nephrology, missing data are unfortunately an unavoidable problem in clinical/epidemiological research. The most common methods for dealing with missing data are complete case analysisuexcluding patients with missing dataumean substitutionureplacing missing values of a variable with the average of known values for that variableuand last observation carried forward. However, these methods have severe drawbacks potentially resulting in biased estimates and/or standard errors. In recent years, a new method has arisen for dealing with missing data called multiple imputation. This method predicts missing values based on other data present in the same patient. This procedure is repeated several times, resulting in multiple imputed data sets. Thereafter, estimates and standard errors are calculated in each imputation set and pooled into one overall estimate and standard error. The main advantage of this method is that missing data uncertainty is taken into account. Another advantage is that the method of multiple imputation gives unbiased results when data are missing at random, which is the most common type of missing data in clinical practice, whereas conventional methods do not. However, the method of multiple imputation has scarcely been used in medical literature. We, therefore, encourage authors to do so in the future when possible.
引用
收藏
页码:2415 / 2420
页数:6
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